We are organising the inaugural Liverpool Discrete Mathematics
Colloquium, a two-day meeting on topics ranging from structural and
algorithmic graph theory to probabilistic and extremal combinatorics. In
addition to invited talks there is a 4-hour tutorial by Maksim
Zhukovskii on methods for finding thresholds in random graphs, with a
particular focus on key components of the proof of the Kahn-Kalai
conjecture.
Date: 12th-13th November 2024
Location: University of Liverpool
Website:
https://j-sylvester.github.io/Liverpool-Discrete-Maths-Colloquium.html
Registration: https://forms.gle/XRRoKRBs7c36fLDs9
All are welcome and the event is free of charge, however registration is
required by 1st November in order to arrange the coffee breaks and dinner.
Invited speakers:
- Natalie Behague (Warwick)
- Natasha Blitvic (Queen Mary)
- James Davies (Cambridge)
- Sergey Foss (Heriot Watt)
- John Haslegrave (Lancaster)
- Sandra Kiefer (Oxford)
- Laura Larios-Jones (Glasgow)
- Vadim Lozin (Warwick)
- Maksim Zhukovskii (Sheffield)
We have some limited funding for students. If you are a student with
little funding and wish to attend then please email John (john.sylvester
*at* liverpool.ac.uk) outlining your funding situation and we may be
able to help, however this is on a first-come first-served basis.
We urge all students to keep receipts for expenses as, additionally, we
may be able to refund some student expenses after the conference.
The event is supported by
- The London Mathematical Society
- The British Combinatorial Committee
- Department of Computer Science, University of Liverpool
Best wishes,
John Sylvester, Linglong Yuan, & Viktor Zamaraev
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